. , , ,

,,,

. . —

. .

----------------------------------------------------------------------------------------------

-

: .

: .. , . 4301

: ..

______________________

__________________

__________

1996

C

1. ................................................................................................3

2. .............................................................................................4

2.1. ...................................................................4

2.2. .........................................................................4

3. ......5

4. ..................8

5. ....................................11

6. ....................................13

7. ......................................................................15

8. ........................................................................................16

2.

2.1.

E*F=G

RG1=F ; RG2=0 ; RG3=E

, E F (m+1) . ( ) RG2 . . F .

(m+1) :

1) E RG2 P4=1;

1

2) RG2, RG1, T . , 0, =>0 蠠 1, < 0.

2.2.

G/E=F

)

) 1

) Gi-1 E. E GR2.

+ E RG2

) Gi E, =1

) , =1 2-

)

) = 0 )

) RG1

)

)

3.

(. 1) , (. 2) , RG3 ( D RG2) 4; RG1 - ( R S) 6 7.

. 1 :

-

-

1 - ,

2 - Gi-1

3 -

(8:0) -

Z(8:0) -

. 2 15 :

1 = RG3(8) 10 = 1 Å 3

2 = a 11 = 3 Å 1

3 = RG2(8) P12 = P6 Å 5

9 = RG2(7) Å RG2(6) P13 = P1 T2 v P1 T2

P4 = 1 (CT=0) P14 = T

5 = RG1(0) 15 = 1

6 = 1 T2 v T2 1

7 = 1 (RG2(8:0)=0)

8 = 3

a -

( 0 - ; 1 - )

17 :

1: { RG2=RG2(8:0).RG1(8); 10: =1

RG1=RG1(7:0).0 } 11: RG2=RG1

y2: RG2=RG2+RG3+1 y12: RG2=RG2+1

y3: RG2=RG2+RG3 y13: Z=RG2

y4: RG3=X y14: { RG1=RG2(0).RG1(8:1);

y5: { RG2=X ; T1=1 } T1=RG1(0) }

y6: { RG1=X; T3=P3; T=0; y15: RG2=0.RG2(8:1)

=9; =0; } y16: RG2=1.RG2(8:1)

y7: RG1(0)=1 y17: RG2=0

y8: 1=0

9: =-1

Z(8:0)


13 15

5

RG1 1 1 1

8 7 0

6 1 14 7


2

3 18

2 1 1

8 7 6 RG2 0


16 5 1 15 ,16

14


𠠠 KSM 2 , 12

8 7 0

P1 3 2


8 7 RG3 0


4


(8:0)

4 Ѡ 8


Ҡ  3

. 1.


2

a

0 1 5

y6 6

y17 1 9

0

0 2 11 3

P5

1 1 10

y3 7

0 0 15 0

P3 P14 1

1 1 1 12

0 8

P1 9

1 0 4

y16, y14, y9 y15, y14, y9 3

1

3 1 1 2

0

P4 7 0

1 8

0 1

P15 2 1 3

1

y2 13

11

8 1 13

y13 1

0 1

12

y11

0 8

0

0 3

1

10

13


. 2.

4. 蠠

. 3. () . 15 , 50 , ( 2 , 3 , 12 ) . , -, 50 , , . , 3 , , 2,3 4 , 4 RG2 . , , .

-, є D RG2 2 , 3 12 ( ), - є D.

2 .

2 , 3 12 , , .

, 50 . , , , , .

1- ( , ) , . , , .

, . (j) , j = 0 , 1 , 2 , ...

, .3. , .4 ( , , 3 , ). : -, , KSM , .

-, 15 , 16 , 5 RG2 , 5 .

2, 3 . 4. - (). 5.

, , . 5. , 1.

1.

S3 S2 S1 S0 F`
0 0 0 0 A` + C0
0 0 0 1 A` + B` + C0
0 1 1 0 A` - B` - C0

` B` - , , F` - , ; 0 - .

1 5. : (0) - S0 , MK(1) - S1 , MK (2) - S2 , MK(3) - C0 , MK(4) - RG2.

, . 6. :

1: { <RG2=\/ ; 10: =1

<RG1=\/ ; C 2=/\ } 11: RG2=0

y2: RG2=\/ y12: Z=RG2

y3: { >RG2=\/ ; >RG1=\/ }

y4: RG3=X

y5: RG2=RG1;

y6: { RG1=X; T3=P3; T=0;

1=1; =9; }

y7: RG1(0)=1

y8: 1=0

9: =-1

9


X(8 : 0)


RG3 MS KSM 0 MS D RG2 D RG1

D 0 1 < > 0 < > 0

2 D< 1 D< 1

1 3 y16 D> D>

y17 R 8 y7 S0 8

A C y6 C

A0 > y14 >

y4 C C 9 y5 A1 y1 < y1 <


1

y5


y3 1 D T𠠠 15 D T2 D T1

y2 C 14 16 1 2

6 R 5 1 Ѡ 14

1

y12

1

y11 y13 E

<9>

0 ST

1 1 P4 1

2 P7

3 y6 R  Ѡ P3 D T3 P8 ...

y6 I

y9 -1 y10 S y6 Ѡ

. 3.

(2)


RG3 MS KSM 0 MS D RG2 D RG1

D 0 1 < > 0 < > 0

2 D< 1 D< 1

1 3 (3) D> D>

y17 R 8 y7 S0 8

A 2 C y6 C

A0 5 > y5 >

y4 C C 9 y5 A1 y1 < y1 <


14

(0)


D T2 D T1

(1) 1 2

1 Ѡ 5

5

. 4.



RG3 S3 Ӡ 0 MS D RG2 D RG1

D MK(2) S2 F 1 < > 0 < > 0

MK(1) S1 2 D< 1 D< 1

MK(0) S0 3 (4) D> D>

A` P14 y11 R 8 y7 S0 8

B` C9 2 C y6 C

MK(3) C0 A0 3 > y3 >

y4 C M y3 A1 y1 < y1 <


y5 1

y3

D T2 D T1

2

1 Ѡ 3

1 D T

y3

y1 1 C

. 5.

5.

. 8 : (), (), (RGAMK), 1 - 12 , (DCMK), (MS) (), 1 , .

. 6 , , 3 16 . , , . 7.


MK Y XvS⠠ A` B


0 1 2 3 4 Q1 Q2 Q3 Q4 W P .

. 7

9 . 5 (0 - 4),


4

a

0 1 2

y6 6

y11 1 9

0

0 (1,2),2 11 (0),2

P5

1 1 10

(0),2 7

0 0 15 0

P3 P14 1

1 1 1 12

0 8

P1 9

1 0 4

(4), y3, y9 y3, y9 3

1

(0),2 1 (1,2),2

0

P4 7 0

1 8

0 1

P15 (1,2),2 1 (0),2

1

(1,2), 2 12

5,2

8 1 13

y12 1

0 1

(3),2

2, 5

0 8

1

0 1

1

0 3

1

12 10


. 6.

4- ( Q1, Q2, Q3, Q4) . , . . 6 12 . : Y1=y2 , Y2=y6 , Y3=y1 , Y4=y7 , Y5=y8 , Y6=y9 , Y7={y5 , y2} , Y8=y10 , Y9=y12 , Y10=y4 , Y11=y11 , Y12={y3 , y9}.

4- , i (i=1-15), 4- =` - .

i .

W , , , .

.

. 8 . RGAMK = 0. , , , .

1, z1 , z2. z1 , z2 RGAMK .

6.

.

, 9, RGAMK GRSEG 8, MS - 1, 2 2- 5 5, 3, - 4.


ࠠ 0 RG

Ѡ & S 1 SEG 0 .. ___

Р 1 2

R & C

R

A Ϡ ...

ꠠ 0 RG 0

1 J T 1 AMK 1

Ѡ C `` 2 2

K 3 3

񠠠 C

R

R


 

0 MS & 1

1 1

R Z2 A`` ...

T & 15 15 &

D

A

& C &

C Z1

0 0 1

___ 2 DC 1 ࠠ 2

ؠ 4 MK ... . ...

8 1 - 12

MK(4) 15 12

MK(3)

MK(2) C

MK(1)

MK(0)

. 8.

7.

Q

WP XvS A` B

00 0000 00000 1010 00 0010 0010 4 2
0001 00000 0000 00 1111 1100 15
0010 00000 0010 00 0000 0100 6
0011 00000 0001 00 0000 1111 2
0100 00000 1010 00 0101 0110 11 5
0101 00000 0111 00 0000 1110 2, 5
0110 00000 0000 00 0011 1000 3
0111 10000 0001 00 0011 1000 (0), 2 3
1000 00000 0000 00 1110 1010 14
1001 00000 0000 00 0001 1010 1
1010 00000 1100 00 0100 0000 3, 9 4
1011 00001 1100 00 0100 0000 (4),3,9 4
1100 00000 1001 00 0000 0101 12
1101 01100 0001 00 0000 1100 (1,2), 2
1110 00000 1001 10 0000 0000 12
1111 00000 0010 01 0001 0000 6 .
01 0000 00000 0000 00 1001 0010 9
0001
0010 00000 0011 00 1011 0100 1 11
0011 00000 1000 10 0000 0000 10
0100 01100 0001 00 1010 0110 (1,2), 2 10
0101 10000 0001 00 1010 0110 (0), 2 10
0110 00000 0100 00 0111 1000 7 15
0111 00000 0000 00 0111 1000 15
1000 00000 0110 00 0100 1010 9 4
1001 00000 0000 00 1100 1100 12
1010 00000 0000 00 0000 0010
1011 00000 0000 00 0011 1100 P3
1100 00000 1001 01 0010 0001 y12 .
1101 00000 0000 00 0001 1110 P1
1110 10000 0001 01 0010 0000 (0),2 .
1111 01100 0001 01 0010 0000 (1,2),2 .
10 0000 00000 0000 00 0111 0010 7
0001 00000 0111 00 1000 1000 5, 2 8
0010 00000 0000 00 1000 0100 8
0011 00000 01 0001 1100 .
0100 00000 0000 01 0001 1100 .
0101 00000 0000 00 0001 0110 1
0110 01100 0001 01 0001 1100 (1,2),2 .
0111 10000 0001 01 0001 1100 (0),2 .
1000 00000 0000 00 0001 1010 1
1001 00000 0000 00 1101 1010 13
1010 00000 0000 00 1000 1100 8
1011 00010 0001 00 1000 1100 (3), 2 8
1100 00000 1001 10 0000 0000 12
1101 00000 0000 00 0001 1110 1
1110 00000 1001 10 0000 0000 12
1111 00000 0000 01 0011 0000 .
11 0000 00000 0000 00 0011 0010 3
0001
0010 00000 1001 10 0000 0000 12
0011 00000 1000 10 0000 0000 10

1.

2. .. . . 1969

3. .. . .

.
1 1554 1 DD1
2 1556 1 DD2
3 1551 1 DD3
4 1559 2 DD4, DD5
5 1558 2 DD6, DD7
6 5564 5 DD8 - DD12
7 1555 2 DD13, DD14
8 1555 1 DD15
9 1551 1 DD16
10 1551 1 DD17
11 1553 1 DD18
12 1551 2 DD19, DD20

 

 

 

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